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We propose the following procedure to optimize the orientation of the target module (Figs. 1, 3).
The basic idea of a directional design is to optimize the orientation of a building, e.g. to have the strong axis in the strong wind direction and to have the weak axis in the direction of the weaker storms.
To optimize the orientation of each individual module, we consider all the possible positions and orientations of the target module within a local range that is caused by conformational dynamics in 3D space and then search the optimized parameters by maximizing the cross-correlation coefficient (CCC) between the projections of the 3D models and the raw particle image.
Rigid body refinement was used to optimize the orientation of the starting model.
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In present work, therefore, a novel design criterion, i.e. the dynamic micro tensile strength of diamond crystal, is proposed to optimize the orientation on rake and flank faces of diamond cutting tool.
In our coverage improvement problem, we need to optimize the orientation vector of the cameras,.
The key idea is to optimize the orientation and shift parameters of each rigid module and then reconstruct their three-dimensional structures individually.
The outcomes of the study can be exploited to define design rules in order to both minimize support structures and optimize the orientation of the part in the building volume.
The uniformly distributed, islanded seed layer can effectively optimize the orientation of the double-layered LZO films, as proved by X-ray diffraction and EBSD analyses.
Over all, we optimize the orientation of the target module by searching all five parameters (φ, θ, ψ, x, y) in a confined range defined by (11), (15) and (16).
Pepflip optimizes the orientation of the peptide planes in the main chain by inverting the plane's orientation (a 'peptide flip'; Fig. 1A), where needed.
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